It is shown that, for >0 and n>n0(), any complete graph K on n vertices whose edges are colored so that no vertex is incident with more than edges of the same color contains a Hamilton cycle in which adjacent edges have distinct colors. Moreover, for every k between 3 and n any such K contains a cycle of length k in which adjacent edges have distinct colors
Given a complete graph with an even number of vertices, and with each edge colored with one of two c...
Abstract: "The edges of the complete graph K[subscript n] are coloured so that no colour appears no ...
Given a complete graph with an even number of vertices, and with each edge colored with one of two c...
It is shown that, for >0 and n>n0(), any complete graph K on n vertices whose edges are colored so t...
It is shown that, for >0 and n>n0(), any complete graph K on n vertices whose edges are colored so t...
It is shown that, for >0 and n>n0(), any complete graph K on n vertices whose edges are colored so t...
It is shown that, for >0 and n>n0(), any complete graph K on n vertices whose edges are colored so t...
It is shown that for every ffl ? 0 and n ? n 0 (ffl), any complete graph K on n vertices whose edges...
It is shown that, for >0 and n>n0(), any complete graph K on n vertices whose edges are colored so t...
Let G be an edge-colored graph. The minimum color degree of G is the minimum number of different col...
Let Kcn denote a complete graph on n vertices whose edges are colored in an arbitrary way. Let ∆mon(...
Colour the edges of a complete graph with n vertices in such a way that no vertex is on more than k ...
AbstractLet G be a complete graph Kp (or a complete bipartite graph Km,m) with its lines colored so ...
Given a complete graph with an even number of vertices, and with each edge colored with one of two c...
Given a complete graph with an even number of vertices, and with each edge colored with one of two c...
Given a complete graph with an even number of vertices, and with each edge colored with one of two c...
Abstract: "The edges of the complete graph K[subscript n] are coloured so that no colour appears no ...
Given a complete graph with an even number of vertices, and with each edge colored with one of two c...
It is shown that, for >0 and n>n0(), any complete graph K on n vertices whose edges are colored so t...
It is shown that, for >0 and n>n0(), any complete graph K on n vertices whose edges are colored so t...
It is shown that, for >0 and n>n0(), any complete graph K on n vertices whose edges are colored so t...
It is shown that, for >0 and n>n0(), any complete graph K on n vertices whose edges are colored so t...
It is shown that for every ffl ? 0 and n ? n 0 (ffl), any complete graph K on n vertices whose edges...
It is shown that, for >0 and n>n0(), any complete graph K on n vertices whose edges are colored so t...
Let G be an edge-colored graph. The minimum color degree of G is the minimum number of different col...
Let Kcn denote a complete graph on n vertices whose edges are colored in an arbitrary way. Let ∆mon(...
Colour the edges of a complete graph with n vertices in such a way that no vertex is on more than k ...
AbstractLet G be a complete graph Kp (or a complete bipartite graph Km,m) with its lines colored so ...
Given a complete graph with an even number of vertices, and with each edge colored with one of two c...
Given a complete graph with an even number of vertices, and with each edge colored with one of two c...
Given a complete graph with an even number of vertices, and with each edge colored with one of two c...
Abstract: "The edges of the complete graph K[subscript n] are coloured so that no colour appears no ...
Given a complete graph with an even number of vertices, and with each edge colored with one of two c...
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